I've been given this extra credit assignment to do in Matlab, but I don't understand the question. The part that I'm not clear about is where I have to satisfy the equation x+7+z>1.
Can someone clarify this for me.
Using randomly selected points uniformly distributed on the interval (0,1) find the volume of the unit sphere with the center in the origin, that satisfy the equation x+y+z>1.
Obtain the results with number of randomly selected points equal 100, 1000, and 10000